A Hybrid Method for Numerical Solution of Fuzzy Mixed Delay Volterra-Fredholm Integral Equations System

A Hybrid Method for Numerical Solution of Fuzzy Mixed Delay Volterra-Fredholm Integral Equations System

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A hybrid method for the numerical solution of the system blue rottnest island daisy of delayed linear fuzzy mixed VolterraFredholm integral equations (FMDVFIES) is introduced.Using the hybrid of Bernstein polynomials and blockpulse functions (HBBFs), an approximate solution for the equations system is provided.Firstly, the HBBFs and their operational matrices are introduced, and some of their characteristics are described.Then by applying the operational matrices on FMDVFIES convert it to the algebraic equations system.

The santa margherita pinot grigio 2022 numerical solution is obtained by solving this algebraic system.Then the convergence is investigated and some numerical examples are presented to show the effectiveness of the method.